{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 用条形图进行对比分析"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 1. 初始设置\n",
    "\n",
    "首先，导入所需的库，并设置中文字体等。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "# 导入所需的库\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "import matplotlib as mpl\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib.image as image\n",
    "\n",
    "# 正常显示中文标签\n",
    "mpl.rcParams['font.sans-serif'] = ['SimHei']\n",
    "\n",
    "# 自动适应布局\n",
    "mpl.rcParams.update({'figure.autolayout': True})\n",
    "\n",
    "# 正常显示负号\n",
    "mpl.rcParams['axes.unicode_minus'] = False\n",
    "\n",
    "# 定义颜色，主色：蓝色，辅助色：灰色，互补色：橙色\n",
    "c = {'蓝色':'#00589F', '深蓝色':'#003867', '浅蓝色':'#5D9BCF',\n",
    "     '灰色':'#999999', '深灰色':'#666666', '浅灰色':'#CCCCCC',\n",
    "     '橙色':'#F68F00', '深橙色':'#A05D00', '浅橙色':'#FBC171'}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 2. 定义数据"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "# 数据源路径\n",
    "filepath='./data/问卷调查结果2.xlsx'\n",
    "\n",
    "# 读取 Excel文件\n",
    "df = pd.read_excel(filepath, index_col='功能')\n",
    "\n",
    "# 定义画图用的数据\n",
    "category_names = df.index\n",
    "labels = df.columns\n",
    "data = df.values"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 3. 开始画图\n",
    "\n",
    "用「**面向对象**」的方法画图。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 576x432 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 使用「面向对象」的方法画图，定义图片的大小\n",
    "fig, ax=plt.subplots(figsize=(8, 6))\n",
    "\n",
    "# 设置背景颜色\n",
    "fig.set_facecolor('w')\n",
    "ax.set_facecolor('w')\n",
    "\n",
    "# 设置标题\n",
    "ax.text(0, -1, '\\n用户满意度随时间的变化', fontsize=26, ha='left', color=c['深灰色'])\n",
    "\n",
    "# 设置 X 轴的取值范围\n",
    "ax.set_xlim(0, 1)\n",
    "\n",
    "# 倒转 Y 轴，让第一个功能排在最上面\n",
    "ax.invert_yaxis()\n",
    "\n",
    "# 定义颜色\n",
    "category_colors = [c['灰色'], c['灰色'], c['橙色'], c['浅蓝色'], c['浅蓝色']]\n",
    "\n",
    "# 定义条形图所处的位置和高度\n",
    "x = np.arange(len(category_names))\n",
    "height = 0.35\n",
    "\n",
    "# 画条形图\n",
    "bar1 = ax.barh(x-height/2, data[:, 0], height, label=labels[0], color=c['浅灰色'])\n",
    "bar2 = ax.barh(x+height/2, data[:, 1], height, label=labels[1], color=category_colors)\n",
    "\n",
    "# 设置 Y 轴标签字体大小和颜色\n",
    "plt.yticks(range(len(category_names)), ' ' + category_names, ha='left', color=c['深灰色'], size=18)\n",
    "\n",
    "# 设置标签的字体大小\n",
    "fontsize = 16\n",
    "\n",
    "# 设置第一个条形图的数据标签\n",
    "for (i, rect) in zip(range(len(bar1)), bar1):\n",
    "    w = rect.get_width()\n",
    "    ax.text(w, rect.get_y()+rect.get_height()/2, labels[0], ha='right', va='center', color=c['灰色'], fontsize=fontsize)\n",
    "    ax.text(w, rect.get_y()+rect.get_height()/2, ' %.0f%%' % (w*100), ha='left', va='center', color=c['深灰色'], fontsize=fontsize)\n",
    "    \n",
    "# 设置第二个条形图的数据标签\n",
    "for rect in bar2:\n",
    "    w = rect.get_width()\n",
    "    ax.text(w, rect.get_y()+rect.get_height()/2, labels[1], ha='right', va='center', color=c['浅灰色'], fontsize=fontsize)\n",
    "    ax.text(w, rect.get_y()+rect.get_height()/2, ' %.0f%%' % (w*100), ha='left', va='center', color=c['深灰色'], fontsize=fontsize)\n",
    "    \n",
    "# 隐藏 X 轴\n",
    "ax.xaxis.set_visible(False)\n",
    "\n",
    "# 隐藏边框\n",
    "ax.spines['top'].set_visible(False)\n",
    "ax.spines['right'].set_visible(False)\n",
    "ax.spines['left'].set_visible(False)\n",
    "ax.spines['bottom'].set_visible(False)\n",
    "\n",
    "# 隐藏 Y 轴的刻度线\n",
    "ax.tick_params(axis='y', which='major', length=0)\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    " "
   ]
  }
 ],
 "metadata": {
  "file_extension": ".py",
  "kernelspec": {
   "display_name": "Python 3.7.0 64-bit",
   "language": "python",
   "name": "python37064bit2965220bd7d04cdebdae4cbe7c63b822"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.0"
  },
  "mimetype": "text/x-python",
  "name": "python",
  "npconvert_exporter": "python",
  "pygments_lexer": "ipython3",
  "version": 3
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
